package ch.asynk.gdx.boardgame; import com.badlogic.gdx.math.MathUtils; public enum Orientation { ALL(255, 0), KEEP( 0, 0), DEFAULT(0, -1), E( 1, -1), NE( 2, -1), N( 4, -1), NW( 8, -1), W( 16, -1), SW( 32, -1), S( 64, -1), SE(128, -1); private int s; private int r; Orientation(int s, int r) { this.s = s; this.r = r; } public int s() { return s; } public int r() { return r; } private static float delta = 5f; public static void setValues(int [] angles) { DEFAULT.r = angles[0]; E.r = angles[1]; NE.r = angles[2]; N.r = angles[3]; NW.r = angles[4]; W.r = angles[5]; SW.r = angles[6]; S.r = angles[7]; SE.r = angles[8]; } public int allBut() { return ALL.s & (s ^ 0xFFFF); } public boolean belongsTo(int sides) { return ((sides & s) == s); } public Orientation left() { Orientation o = (this == SE) ? E : fromS(this.s << 1); return (o.r == -1) ? o.left() : o; } public Orientation right() { Orientation o = (this == E) ? SE : fromS(this.s >> 1); return (o.r == -1) ? o.right() : o; } public Orientation opposite() { if (s <= NW.s) return fromS(this.s << 4); return fromS(this.s >> 4); } public static Orientation fromS(int s) { if (s == E.s) return E; else if (s == NE.s) return NE; else if (s == N.s) return N; else if (s == NW.s) return NW; else if (s == W.s) return W; else if (s == SW.s) return SW; else if (s == S.s) return S; else if (s == SE.s) return SE; else return KEEP; } public static Orientation fromR(float r) { if (r < 0) r += 360f; if ((r > ( E.r - delta)) && (r < ( E.r + delta))) return E; else if ((r > (NE.r - delta)) && (r < (NE.r + delta))) return NE; else if ((r > ( N.r - delta)) && (r < ( N.r + delta))) return N; else if ((r > (NW.r - delta)) && (r < (NW.r + delta))) return NW; else if ((r > ( W.r - delta)) && (r < ( W.r + delta))) return W; else if ((r > (SW.r - delta)) && (r < (SW.r + delta))) return SW; else if ((r > ( S.r - delta)) && (r < ( S.r + delta))) return S; else if ((r > (SE.r - delta)) && (r < (SE.r + delta))) return SE; else return KEEP; } public static Orientation fromTiles(Tile from, Tile to) { return fromR(MathUtils.atan2((to.y - from.y), (to.x - from.x)) * MathUtils.radiansToDegrees); } }